Functional Quantization Without Hilbert

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Autore principale: LE NEPVOU, Alexandre
Natura: Recurso digital
Pubblicazione: Zenodo 2025
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author LE NEPVOU, Alexandre
author_facet LE NEPVOU, Alexandre
contents <blockquote> <p>This article presents a path-integral quantization framework for symmetric tensor fields without invoking Hilbert space formalism. The field is defined over a smooth, non-metric temporal base, and its dynamics are derived from a variational action involving no background geometry. Stationary configurations define dynamically stabilized regimes from which geometric structures such as an emergent metric and stress-energy tensor can be projected. A co-tension tensor is introduced to quantify the structural mismatch between geometry and energy. This framework provides a background-independent method for exploring the emergence of classical spacetime from a quantum field substrate.</p> </blockquote> <h4> </h4>
format Recurso digital
id zenodo_https___doi_org_10_5281_zenodo_15567556
institution Zenodo
language
publishDate 2025
publisher Zenodo
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spellingShingle Functional Quantization Without Hilbert
LE NEPVOU, Alexandre
Pre-Metric Field Theory
Functional Quantization
Path Integral
Symmetric Tensor Field
Emergent Geometry
Hilbert Space Elimination
Co-Tension Tensor
Emergent Stress-Energy
Quantum Gravity Foundations
Projection Formalism
<blockquote> <p>This article presents a path-integral quantization framework for symmetric tensor fields without invoking Hilbert space formalism. The field is defined over a smooth, non-metric temporal base, and its dynamics are derived from a variational action involving no background geometry. Stationary configurations define dynamically stabilized regimes from which geometric structures such as an emergent metric and stress-energy tensor can be projected. A co-tension tensor is introduced to quantify the structural mismatch between geometry and energy. This framework provides a background-independent method for exploring the emergence of classical spacetime from a quantum field substrate.</p> </blockquote> <h4> </h4>
title Functional Quantization Without Hilbert
topic Pre-Metric Field Theory
Functional Quantization
Path Integral
Symmetric Tensor Field
Emergent Geometry
Hilbert Space Elimination
Co-Tension Tensor
Emergent Stress-Energy
Quantum Gravity Foundations
Projection Formalism
url https://doi.org/10.5281/zenodo.15567556